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A note on an inverse eigenproblem for band matrices

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A note on an inverse eigenproblem for band matrices


Published November 1988
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Title from cover

"NPS-53-89-004."

"November 1988."

AD A204 178

Includes bibliographical references (p. 8)

An efficient rotation pattern is presented that can be used in the construction of a band matrix from spectral data. The procedure allows for the stable O (n-sq) construction of a real symmetric band matrix having specified eigenvalues and first p components of its normalized eigenvectors. The procedure can also be used in the second phase of the construction of a band matrix from the interlacing eigenvalues. Previously presented algorithms for these reductions using elementary orthogonal similarity transformations require O (n- cubed) arithmetic operations. Keywords: Band matrix, Inverse eigenvalue problem, Givens rotations. (jhd

aq/aq cc:9116 06/26/98


Publisher Monterey, California : Naval Postgraduate School
Pages 20
Language en_US
Call number a199461
Digitizing sponsor Naval Postgraduate School, Dudley Knox Library
Book contributor Naval Postgraduate School, Dudley Knox Library
Collection navalpostgraduateschoollibrary; fedlink; americana
Notes some content may be lost due to the binding of the book.

Full catalog record MARCXML

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